search:複變函數branch cut相關網頁資料

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日期:2024-04-23
複變函數理論中,最基本的定義為解析函數(analytic function, holomorphic function) ..... 多值函數必非解析函數,必須引入分支切割(branch cut),與黎曼曲面(Riemann ......
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日期:2024-04-24
複變函數論Complex Analysis - Section77 Integration Along a Branch Cut Section78 Definite Integrals Involving Sines and Cosines ......
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日期:2024-04-23
複變函數論Complex Analysis - Section29 The Logarithmic Function Section31 Branches and Derivatives of Logarithms Section32 Complex Exponents Functions Section33 Trigonometric Functions ... Section77 Integration Along a Branch Cut...
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日期:2024-04-25
branch cut的功用就是破壞複數平面連續性,使多值函數單值化。 ex: w = z^(0.5)。 若是取R+當branch cut,則幅角只限制在[0,2pi]區域。...
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日期:2024-04-19
請問各位最近小弟在自修複變時唸到Branch point時,完全看不懂在幹麻想說 ... point 時又用到Branch point的觀念那請問:(1)什麼時候要取Branch cut ?...
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日期:2024-04-24
想問一個觀念就是當此複變函數內有分支點時是否在複數平面上皆不可解析? ... 推 vaakaa :二樓是說"C除了branch cut 以外"解析吧 12/17 04:52....
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日期:2024-04-21
cut line. 限制z的幅角. branch point singularities. z = 0的點除外. Chapter 12 Complex ... cut line. x. y. Chapter 12 Complex Numbers and Functions. 複變函數 的 ......
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日期:2024-04-19
A branch cut is a curve (with ends possibly open, closed, or half-open) in the complex plane across which an analytic multivalued function is discontinuous....